Abstract:In order to understand the collapse dynamics of observed low-mass starless cores, we revise the conventional stability condition of hydrostatic Bonnor-Ebert spheres to take internal motions into account. Because observed starless cores resemble Bonnor-Ebert density structures, the stability and dynamics of the starless cores are frequently analyzed by comparing to the conventional stability condition of a hydrostatic Bonnor-Ebert sphere. However, starless cores are not hydrostatic but have observed internal mo… Show more
“…It was mentioned in Section 1 that the infall velocities for the cores L1689B and L694-2 were observed to be faster than expected, see Lee et al (2007). A theoretical model proposed by Seo et al (2013), in which the collapse of the cores was modeled by means of a uniform density or as Bonner-Ebert spheres, demonstrated that these cores may have infall velocities up to -1.0 or -1.5 times the velocity normalized with the speed of sound, which indicates an enhanced collapse. Meanwhile, for the cores L1544 and L63, in which the collapse appeared to be normal, the magnitude of the infall velocity was around -0.5 times the speed of sound 4 .…”
Section: Discussionmentioning
confidence: 81%
“…The magnitudes of the infall velocities reported here have been taken from fig.6ofSeo et al (2013).Copyright line will be provided by the publisher…”
High‐resolution hydrodynamical simulations are presented to follow the gravitational collapse of a uniform turbulent clump, upon which a purely radial compressive velocity pulse is activated in the midst of the evolution of the clump, when its turbulent state has been fully developed. The shape of the velocity pulse is determined basically by two free parameters: the velocity V0 and the initial radial position r0. In the present paper, models are considered in which the velocity V0 takes the values 2, 5, 10, 20, and 50 times the speed of sound of the clump c0, while r0 is fixed for all the models. The collapse of the model with 2 c0 goes faster as a consequence of the velocity pulse, while the cluster formed in the central region of the isolated clump mainly stays the same. In the models with greater velocity V0, the evolution of the isolated clump has significantly changed, so a dense shell of gas forms around r0 and moves radially inward. The radial profile of the density and velocity and the mass contained in the dense shell of gas are calculated, and it is found that (a) the higher the velocity V0, the less mass is contained in the shell, and (b) there is a critical velocity of the pulse, around 10 c0, such that, for shock models with a lower velocity, there will be a well‐defined dense central region in the shocked clump surrounded by the shell.
“…It was mentioned in Section 1 that the infall velocities for the cores L1689B and L694-2 were observed to be faster than expected, see Lee et al (2007). A theoretical model proposed by Seo et al (2013), in which the collapse of the cores was modeled by means of a uniform density or as Bonner-Ebert spheres, demonstrated that these cores may have infall velocities up to -1.0 or -1.5 times the velocity normalized with the speed of sound, which indicates an enhanced collapse. Meanwhile, for the cores L1544 and L63, in which the collapse appeared to be normal, the magnitude of the infall velocity was around -0.5 times the speed of sound 4 .…”
Section: Discussionmentioning
confidence: 81%
“…The magnitudes of the infall velocities reported here have been taken from fig.6ofSeo et al (2013).Copyright line will be provided by the publisher…”
High‐resolution hydrodynamical simulations are presented to follow the gravitational collapse of a uniform turbulent clump, upon which a purely radial compressive velocity pulse is activated in the midst of the evolution of the clump, when its turbulent state has been fully developed. The shape of the velocity pulse is determined basically by two free parameters: the velocity V0 and the initial radial position r0. In the present paper, models are considered in which the velocity V0 takes the values 2, 5, 10, 20, and 50 times the speed of sound of the clump c0, while r0 is fixed for all the models. The collapse of the model with 2 c0 goes faster as a consequence of the velocity pulse, while the cluster formed in the central region of the isolated clump mainly stays the same. In the models with greater velocity V0, the evolution of the isolated clump has significantly changed, so a dense shell of gas forms around r0 and moves radially inward. The radial profile of the density and velocity and the mass contained in the dense shell of gas are calculated, and it is found that (a) the higher the velocity V0, the less mass is contained in the shell, and (b) there is a critical velocity of the pulse, around 10 c0, such that, for shock models with a lower velocity, there will be a well‐defined dense central region in the shocked clump surrounded by the shell.
“…Redman et al 2002;Crapsi et al 2005;Bacmann et al 2016;Kim et al 2020), internal structure and dynamics (e.g. Lee et al 1999Lee et al , 2001Redman et al 2004;Seo et al 2013;Roy et al 2014) due to its relative isolation and simple morphology.…”
Section: The L1689 Molecular Cloudmentioning
confidence: 99%
“…L1689B is a candidate gravitationally bound prestellar core. Its stability and age remain uncertain, with a number of studies identifying the core as contracting or showing signs of infall (Redman et al 2004;Sohn et al 2007;Lee & Myers 2011;Seo et al 2013), while Schnee et al (2013) found it to be static. Redman et al (2002) found L1689B to be relatively long-lived, with an age of at least one freefall time inferred from CO freezeout in the core's center; however, Lee et al (2003) argued that the core is chemically young, with a lack of freezeout of HCO+ and also a potential lack of CO freezeout.…”
Section: L1689bmentioning
confidence: 99%
“…This rotation axis is similar to the rotation axis in SMM-16, and the core is rotating in the same sense. Seo et al (2013) found infall velocities in L1689B greater than could be caused by gravitational collapse, and so inferred that core collapse has been instigated by some sort of exter-nal perturbation, suggesting that turbulence or a sudden increase in external pressure might be responsible.…”
We present 850µm polarization observations of the L1689 molecular cloud, part of the nearby Ophiuchus molecular cloud complex, taken with the POL-2 polarimeter on the James Clerk Maxwell Telescope (JCMT). We observe three regions of L1689: the clump L1689N which houses the IRAS 16293-2433 protostellar system, the starless clump SMM-16, and the starless core L1689B. We use the Davis-Chandrasekhar-Fermi method to estimate plane-of-sky field strengths of 366 ± 55 µG in L1689N, 284 ± 34 µG in SMM-16, and 72 ± 33 µG in L1689B, for our fiducial value of dust opacity. These values indicate that all three regions are likely to be magnetically trans-critical with sub-Alfvénic turbulence. In all three regions, the inferred mean magnetic field direction is approximately perpendicular to the local filament direction identified in Herschel Space Telescope observations. The core-scale field morphologies for L1689N and L1689B are consistent with the cloud-scale field morphology measured by the P lanck Space Observatory, suggesting that material can flow freely from large to small scales for these sources. Based on these magnetic field measurements, we posit that accretion from the cloud onto L1689N and L1689B may be magnetically regulated. However, in SMM-16, the clump-scale field is nearly perpendicular to the field seen on cloud scales by P lanck, suggesting that it may be unable to efficiently accrete further material from its surroundings.
Context. Lacking a paradigm for the onset of star formation, it is important to derive basic physical properties of prestellar cores and filaments like density and temperature structures. Aims. We aim to disentangle the spatial variation in density and temperature across the prestellar core L1689B, which is embedded in a filament. We want to determine the range of possible central densities and temperatures that are consistent with the continuum radiation data. Methods. We apply a new synergetic radiative transfer method: the derived 1D density profiles are both consistent with a cut through the Herschel PACS/SPIRE and JCMT SCUBA-2 continuum maps of L1689B and with a derived local interstellar radiation field. Choosing an appropriate cut along the filament major axis, we minimize the impact of the filament emission on the modeling. Results. For the bulk of the core (5000-20000 au) an isothermal sphere model with a temperature of around 10 K provides the best fits. We show that the power law index of the density profile, as well as the constant temperature can be derived directly from the radial surface brightness profiles. For the inner region (< 5000 au), we find a range of densities and temperatures that are consistent with the surface brightness profiles and the local interstellar radiation field. Based on our core models, we find that pixel-by-pixel single temperature spectral energy distribution fits are incapable of determining dense core properties. Conclusions. We conclude that, to derive physical core properties, it is important to avoid azimuthally-averaging core and filament. Correspondingly, derived core masses are too high since they include some mass of the filament, and might introduce errors when determining core mass functions. The forward radiative transfer methods also avoids the loss of information owing to smearing of all maps to the coarsest spatial resolution. We find the central core region to be colder and denser than estimated in recent inverse radiative transfer modeling, possibly indicating the start of star formation in L1689B.
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